On families of $BS_{can}$ lagrangian tori in projective spaces

TL;DR

This paper discusses properties of Bohr-Sommerfeld lagrangian tori in projective spaces, focusing on their relation to the anticanonical class within the context of monotone symplectic manifolds.

Contribution

It provides two simple remarks about Bohr-Sommerfeld lagrangian tori in projective spaces, highlighting their significance in symplectic geometry.

Findings

Remarks on Bohr-Sommerfeld conditions for lagrangian tori

Insights into the structure of monotone symplectic manifolds

Connections to anticanonical class in projective spaces

Abstract

This small note contains two simple remarks about Bohr - Sommerfeld with respect to the anticanonical class lagrangian tori in the projective spaces, which are the most popular examples of monotone symplectic manifolds.